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Deepak Patra posted an Question
November 14, 2021 • 14:25 pm 30 points
  • IIT JAM
  • Mathematics (MA)

Let s, be the symmetric group of in letters. there exists an onto group homomorphism (a) from s, to s, 1. (b) from s, to s, (c) from s, to z/5 (d) from s, to z/

Let S, be the symmetric group of in letters. There exists an onto group homomorphism (a) from S, to S, 1. (b) from S, to S, (c) from S, to Z/5 (d) from S, to Z/4 ITIFR-2014]

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